P.A. Fetin et al. / Journal of Molecular Liquids 309 (2020) 113103
3
confirmed by 1H NMR. Molecular weight of pAUTA-Br MsD = 80,000
was determined from the values of sedimentation constants s0 and
translational diffusion coefficients D0 in our previous work [17].
times τ). The dependence between 1/τ and the square of the scattering
4πn0
λ
Θ
2
vector q ¼
sinð Þ for all studied samples was a line passing
through the origin, indicating the diffusional character of the observed
processes (the experimental graphs can be found in supplementary ma-
terials) [21] (otherwise results were discarded). Translational diffusion
coefficient D was calculated from the slope of this line according to the
following relationship 1/τ = Dq2. Hydrodinamic radii were calculated
using Stokes-Einstein equation:
2.5. Br-exchange in pAUTA-Br polyelectrolyte [18]
The pAUTA-Br solution (100 mg, 3 ml) was placed in a dialysis tube.
Dialysis was performed against a 0.5 M solution of NaX (there X is es-
sential counterion, at least three NaX solution changes were used),
when the polymer solution was dialyzed against water and isolated by
freeze-drying. The completeness replacement of Br to Ts, CS, Ac coun-
terions was proved by 1H NMR data.
kT
D ¼
6πη0R
1H NMR spectra were recorded on a Bruker 400 MHz Avance spec-
trometer in CDCl3 and D2O. Conductivity measurements were per-
formed using an Expert-002 conductometer with a Mettler-Toledo
inLab 710 two-electrode immersion sensor (body - glass, electrodes -
platinum). For CMC measurements the external temperature-
controlled cuvette was used (25 °C). The CMC value was determined
as the cross point of the two straight lines in the plot of specific conduc-
tivity dependences from a surfactant concentration (the experimental
graphs can be found in supplementary materials).
Viscometric measurements were obtained on a Cannon-Ubbelohde
capillary viscometer at 25 °C in a 0.05 M aqueous NaCl or water. For
the calculation of the intrinsic viscosity [η] of polymer solutions the
Huggins equation [19] were used:
where ƞ0 - dynamic viscosity of solvent; D - translational diffusion coef-
ficient; R - hydrodynamic radius; k- Boltzmann constant; T - absolute
temperature;. All samples were centrifuged to remove dust before
investigation.
3. Discussions
The proposed method for the synthesis of AUTA-X by ion-exchange
reaction with silver salts allows obtaining the target compound without
column chromatography ion-exchange method. This synthesis
approach was successfully implemented for AUTA-X samples with
counterions: nitrate (NO3), trifluoroacetate (AcF), acetate (Ac),
toluenesulfonate (Ts), camphorsulfonate (CS). All AUTA-X substances
are soluble in chloroform, DMSO, water and aliphatic alcohols (metha-
nol, ethanol, butanol). The stoichiometry of such compounds was con-
firmed by 1H NMR spectroscopy. (Fig. 2A). There is an expanded
singlet at 4.01 ppm in the NMR spectrum of the AUTA-Ac, the singlet
is corresponded the presence of bound water in this compound. It was
proved by the addition of a few drops of H2O to the NMR-tube, after
this there aren't any new signals in the spectrum; the signal intensity in-
creased at 4.01 ppm. Based on the intensity of the signals in the AUTA-
Ac spectrum (Fig. 2B), we can assume the formation of AUTA-Ac × H2O
crystalline hydrate for this substance. The presence of bound water was
not detected by 1H NMR spectra for other AUTA-X compounds, (NMR
spectra can be found in supplementary materials) so no crystalline hy-
drate was formed. The tendency of AUTA-Ac to form crystalline hy-
drates is trained by the nature of the carboxyl group. It is known that
many acetate salts (for example sodium acetate) also form crystalline
hydrates [22].
ηsp
c
2
¼ ½ηꢀ þ Kh½ηꢀ c
where
η−η0
η0
ηsp - specific viscosity of solution, ηsp
;
c - polymer concentration, g/dl;
[η] - intrinsic viscosity, dl/g;
Kh - Huggins constant.
The luminescence spectra of a saturated pyrene aqueous solution
with the AUTA-X were recorded on a Shimadzu RF-5301 PC spectroflu-
orimeter. All solutions were aged for 3 days before measurements. For
CMC measurements the pyrene 1:3 ratio method was used. The pyrene
1:3 ratio plots have been approximated by a decreasing sigmoid of the
Boltzmann type, which is given by [20]
Two methods were used to determine the critical micelles concentra-
tions (CMC) of AUTA-X in water (spectrofluorimetry with a pyrene
probe [20], and conductometry method [23]). The CMC values for these
substances are presented in Table 1. Substitution of Br− to NO3− anion
slightly increases CMC value. This anions are well known anions in the
lyotropic (Hofmeister) series Ac− b H2PO4− b F− b Cl− b Br− b NO3− b PF6−.
In general, an increase of the hydrophilicity of the counterions leads to
higher values of CMC. According to Hofmeister series, AUTA-Br should
have lager CMC values. CMC of AUTA-NO3 deviates from this assumption,
but the sample AUTA-Ac are in good correlation with Hofmeister series.
AUTA-Ac has an order of magnitude greater CMC value than the original
AUTA-Br. (Fig. 3A, B, Table 1). The CMC value of AUTA-AcF is lower than
that of AUTA-Ac due to the higher hydrophobicity of trifluoroacetate
counterion. Similar effect was observed for dimeric cationic surfactant
ethanediyl-bis-(dimethyltetradecylammonium) with counterions Br−
(CMC = 0.14 mM) NO−3 (CMC = 0.14 mM), Ac− (CMC = 0.61 mM),
AcF− (CMC = 0.14 mM) [24]. The CMC value of AUTA-CS is higher
than AUTA-Ts due to large steric effects of camphorsulfonate anion.
The viscosity of a surfactant solution is extremely sensitive to any
changes in the shape of the particles. Therefore, differences in the spe-
cific viscosity (ƞsp = (t-t0)/t0) values of AUTA-X solutions served as a
criterion indicating changes in the shape of AUTA-X micelles. For the
compounds under investigation, no kinks were found in the concentra-
tion dependence of the specific viscosity of surfactant solutions above
I1
I3
A2−A1
ꢀ
ꢁ
¼
þ A2
C−C0
ΔC
1 þ exp
where
I1/I3 - intensity ratio in the luminescence pyrene spectrum at wave-
lengths I1 = 273 nm I3 = 283 nm;
A1 and A2 - upper and lower bounds of I1/I3;
C - surfactant concentration, M;
C0 and ΔC - approximation parameters.
The CMC value was determined as CMC = C0 + 2ΔC. This CMC value
is correspond the interception of the rapidly varying part and the nearly
horizontal part at high concentration of the pyrene 1:3 ratio plots (The
pyrene 1:3 ratio plots can be found in supplementary materials).
DLS measurements were performed with PhotoCor Complex
(Photocor Instruments Inc., Russia) instrument equipped with real-
time correlator (288 channels, 10 ns) in scattering angle range
30–140° at 25
0.1 °C, with laser light source having wavelength,
λ = 405 nm. Autocorrelation functions of scattered light intensity was
processed using DynaLS software (providing the distributions of
scattered light intensity and, therefore, distributions of relaxation